Caspian Sea Drinks is considering the purchase of a new water filtration system produced by Rube Goldberg Machines. This new equipment, the RGM-7000, will allow Caspian Sea Drinks to expand production. It will cost $12.00 million fully installed and will be fully depreciated over a 20 year life, then removed for no cost. The RGM-7000 will result in additional revenues of $2.69 million per year and increased operating costs of $678,673.00 per year. Caspian Sea Drinks' marginal tax rate is 30.00%. If Caspian Sea Drinks uses a 12.00% discount rate, then the net present value of the RGM-7000 is _____.
Net present value of the RGM-7000 is | $ -1,39,054.60 | ||||||
working: | |||||||
# 1 | |||||||
Straight line depreciation | = | (Cost - salvage Value)/Useful Life | |||||
= | (12-0)/20 | ||||||
= | $ 0.60 | million | |||||
# 2 | Revenue | $ 26,90,000.00 | |||||
Operating cost | $ 6,78,673.00 | ||||||
Depreciation | $ 6,00,000.00 | ||||||
Profit before tax | $ 14,11,327.00 | ||||||
Tax Expense | $ 4,23,398.10 | ||||||
Net Income | $ 9,87,928.90 | ||||||
Depreciation | $ 6,00,000.00 | ||||||
Operating cash flow | $ 15,87,928.90 | ||||||
# 3 | Present value of annuity of 1 | = | (1-(1+i)^-n)/i | Where, | |||
= | (1-(1+0.12)^-20)/0.12 | i | = | 12% | |||
= | 7.469443624 | n | = | 20 | |||
# 4 | Present value of annual cash flow | = | Annual cash flow | * | Present value of annuity of 1 | ||
= | $ 15,87,928.90 | * | 7.469444 | ||||
= | $ 1,18,60,945.40 | ||||||
# 5 | Present value of annual cash flow | $ 1,18,60,945.40 | |||||
Initial cost | $ 1,20,00,000.00 | ||||||
Net Present value | $ -1,39,054.60 |
Get Answers For Free
Most questions answered within 1 hours.